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The Relation between Subfactors arising from Conformal Nets and the Realization of Quantum Doubles

Published 28 Nov 2015 in math-ph, math.MP, math.OA, and math.QA | (1511.08931v1)

Abstract: We give a precise definition for when a subfactor arises from a conformal net which can be motivated by classification of defects. We show that a subfactor $N \subset M$ arises from a conformal net if there is a conformal net whose representation category is the quantum double of $N\subset M$.

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